Voronoi 图扫描器
几何画板及绘图内容加载中,请稍等……
这个范例演示了 Voronoi 图的生成过程。核心数学概念包括几何变换和点集划分。通过使用 GeoGebra 命令如 If, Length, Sequence, Sort, Element, IndexOf, Segment, Point, Corner,可以构建 Voronoi 图。适合高中及以上学生或教师用于几何教学。
GeoGebra 命令及参数
If(Length[bocetos1] > 1, bocetos1, bocetos0) → bocetosLength(bocetos) → nbSequence(Distance[B36, Element[bocetos, k]], k, 1, nb) → G36, {26.17619065716931, 29.484071971150797}Sort(G36) → E36Sequence(Distance[B35, Element[bocetos, k]], k, 1, nb) → G35, {26.177270735445, 29.484411135377965}Sort(G35) → E35Sequence(Distance[B34, Element[bocetos, k]], k, 1, nb) → G34, {26.17836604895524, 29.484763862035592}Sort(G34) → E34Sequence(Distance[B33, Element[bocetos, k]], k, 1, nb) → G33, {26.17947659578777, 29.485130150636948}Sort(G33) → E33Sequence(Distance[B32, Element[bocetos, k]], k, 1, nb) → G32, {26.180602374004053, 29.485510000676605}Sort(G32) → E32Sequence(Distance[B199, Element[bocetos, k]], k, 1, nb) → G199, {26.204365781342776, 29.46855442671052}Sort(G199) → E199Sequence(Distance[B190, Element[bocetos, k]], k, 1, nb) → G190, {26.192229735728358, 29.464767095634745}Sort(G190) → E190Sequence(Distance[B182, Element[bocetos, k]], k, 1, nb) → G182, {26.182476300373693, 29.462323397858494}Sort(G182) → E182Sequence(Distance[B176, Element[bocetos, k]], k, 1, nb) → G176, {26.175800660867534, 29.460506244727554}Sort(G176) → E176Sequence(Distance[B163, Element[bocetos, k]], k, 1, nb) → G163, {26.16321914653215, 29.456982597530025}Sort(G163) → E163Sequence(Distance[B161, Element[bocetos, k]], k, 1, nb) → G161, {26.16151233744106, 29.456644150444017}Sort(G161) → E161Sequence(Distance[B160, Element[bocetos, k]], k, 1, nb) → G160, {26.160681826328382, 29.456495294471782}Sort(G160) → E160Sequence(Distance[B156, Element[bocetos, k]], k, 1, nb) → G156, {26.15751243837259, 29.456035658972166}Sort(G156) → E156Sequence(Distance[B151, Element[bocetos, k]], k, 1, nb) → G151, {26.153894282594948, 29.455766648983897}Sort(G151) → E151Sequence(Distance[B142, Element[bocetos, k]], k, 1, nb) → G142, {26.14834409043749, 29.456137946539187}Sort(G142) → E142Sequence(Distance[B132, Element[bocetos, k]], k, 1, nb) → G132, {26.143629377632116, 29.457840501283357}Sort(G132) → E132Sequence(Distance[B129, Element[bocetos, k]], k, 1, nb) → G129, {26.14251316426771, 29.458616027931477}Sort(G129) → E129Sequence(Distance[B111, Element[bocetos, k]], k, 1, nb) → G111, {26.138707305401308, 29.464414129590292}Sort(G111) → E111Sequence(Distance[B96, Element[bocetos, k]], k, 1, nb) → G96, {26.13932300466191, 29.470564230488506}Sort(G96) → E96Sequence(Distance[B92, Element[bocetos, k]], k, 1, nb) → G92, {26.14006867793725, 29.472265973007747}Sort(G92) → E92Sequence(Distance[B78, Element[bocetos, k]], k, 1, nb) → G78, {26.144606177863466, 29.47822207182511}Sort(G78) → E78Sequence(Distance[B72, Element[bocetos, k]], k, 1, nb) → G72, {26.14746846663018, 29.48}Sort(G72) → E72Sequence(Distance[B55, Element[bocetos, k]], k, 1, nb) → G55, {26.15856621511664, 29.480205223166273}Sort(G55) → E55Sequence(Distance[B50, Element[bocetos, k]], k, 1, nb) → G50, {26.16267026914832, 29.48074795523343}Sort(G50) → E50Sequence(Distance[B49, Element[bocetos, k]], k, 1, nb) → G49, {26.163536868101083, 29.480897204800264}Sort(G49) → E49Sequence(Distance[B28, Element[bocetos, k]], k, 1, nb) → G28, {26.185257761017656, 29.487165004455754}Sort(G28) → E28Sequence(Distance[B200, Element[bocetos, k]], k, 1, nb) → G200, {26.20579020304675, 29.46904307913645}Sequence(Distance[B198, Element[bocetos, k]], k, 1, nb) → G198, {26.202956547663, 29.468079340194535}Sequence(Distance[B197, Element[bocetos, k]], k, 1, nb) → G197, {26.20156250445806, 29.467617820244648}Sequence(Distance[B196, Element[bocetos, k]], k, 1, nb) → G196, {26.20018365415269, 29.467169867498306}Sequence(Distance[B195, Element[bocetos, k]], k, 1, nb) → G195, {26.1988199991457, 29.466735482574244}Sequence(Distance[B194, Element[bocetos, k]], k, 1, nb) → G194, {26.197471541809985, 29.466314666072513}Sequence(Distance[B193, Element[bocetos, k]], k, 1, nb) → G193, {26.196138284492452, 29.46590741857444}Sequence(Distance[B192, Element[bocetos, k]], k, 1, nb) → G192, {26.194820229514047, 29.465513740642635}Sequence(Distance[B191, Element[bocetos, k]], k, 1, nb) → G191, {26.19351737916971, 29.465133632821015}Sequence(Distance[B189, Element[bocetos, k]], k, 1, nb) → G189, {26.190957301432874, 29.464414129590292}Sequence(Distance[B188, Element[bocetos, k]], k, 1, nb) → G188, {26.18970007850008, 29.464074735175377}Sequence(Distance[B187, Element[bocetos, k]], k, 1, nb) → G187, {26.188458069120724, 29.463748912859003}Sequence(Distance[B186, Element[bocetos, k]], k, 1, nb) → G186, {26.18723127545945, 29.463436663091425}Sequence(Distance[B185, Element[bocetos, k]], k, 1, nb) → G185, {26.18601969965479, 29.463137986304176}Sequence(Distance[B184, Element[bocetos, k]], k, 1, nb) → G184, {26.18482334381914, 29.46285288291003}Sequence(Distance[B183, Element[bocetos, k]], k, 1, nb) → G183, {26.18364221003875, 29.46258135330304}Sequence(Distance[B181, Element[bocetos, k]], k, 1, nb) → G181, {26.181325616857855, 29.462079016932936}Sequence(Distance[B180, Element[bocetos, k]], k, 1, nb) → G180, {26.180190161498913, 29.461848210864165}Sequence(Distance[B179, Element[bocetos, k]], k, 1, nb) → G179, {26.179069936278324, 29.461630979971222}Sequence(Distance[B178, Element[bocetos, k]], k, 1, nb) → G178, {26.177964943151306, 29.46125196492726}Sequence(Distance[B177, Element[bocetos, k]], k, 1, nb) → G177, {26.176875184046818, 29.460872318522423}Sequence(Distance[B175, Element[bocetos, k]], k, 1, nb) → G175, {26.17474137548985, 29.46015374404862}Sequence(Distance[B174, Element[bocetos, k]], k, 1, nb) → G174, {26.173697329763854, 29.459814816972834}Sequence(Distance[B173, Element[bocetos, k]], k, 1, nb) → G173, {26.172668525513302, 29.459489463968694}Sequence(Distance[B172, Element[bocetos, k]], k, 1, nb) → G172, {26.17165496453562, 29.459177685485944}Sequence(Distance[B171, Element[bocetos, k]], k, 1, nb) → G171, {26.170656648601867, 29.45887948195558}Sequence(Distance[B170, Element[bocetos, k]], k, 1, nb) → G170, {26.16967357945674, 29.45859485378985}Sequence(Distance[B169, Element[bocetos, k]], k, 1, nb) → G169, {26.168705758818557, 29.458323801382257}Sequence(Distance[B168, Element[bocetos, k]], k, 1, nb) → G168, {26.167753188379216, 29.458066325107538}Sequence(Distance[B167, Element[bocetos, k]], k, 1, nb) → G167, {26.166815869804214, 29.457822425321684}Sequence(Distance[B166, Element[bocetos, k]], k, 1, nb) → G166, {26.165893804732622, 29.45759210236192}Sequence(Distance[B162, Element[bocetos, k]], k, 1, nb) → G162, {26.162358111335717, 29.456806584871643}Sequence(Distance[B159, Element[bocetos, k]], k, 1, nb) → G159, {26.159866579451343, 29.456360017160787}Sequence(Distance[B158, Element[bocetos, k]], k, 1, nb) → G158, {26.15906659823707, 29.456238318698112}Sequence(Distance[B157, Element[bocetos, k]], k, 1, nb) → G157, {26.15828188408615, 29.456130199252062}Sequence(Distance[B155, Element[bocetos, k]], k, 1, nb) → G155, {26.156758262443837, 29.45595469798917}Sequence(Distance[B154, Element[bocetos, k]], k, 1, nb) → G154, {26.156019357620742, 29.455887316415044}Sequence(Distance[B153, Element[bocetos, k]], k, 1, nb) → G153, {26.15529572519757, 29.455833514342977}Sequence(Distance[B152, Element[bocetos, k]], k, 1, nb) → G152, {26.154587366441962, 29.45579329184739}Sequence(Distance[B150, Element[bocetos, k]], k, 1, nb) → G150, {26.153216474870923, 29.455753585789353}Sequence(Distance[B149, Element[bocetos, k]], k, 1, nb) → G149, {26.152553944457644, 29.45575410228183}Sequence(Distance[B148, Element[bocetos, k]], k, 1, nb) → G148, {26.15190669251621, 29.455768198460607}Sequence(Distance[B147, Element[bocetos, k]], k, 1, nb) → G147, {26.151274720181068, 29.455795874306194}Sequence(Distance[B146, Element[bocetos, k]], k, 1, nb) → G146, {26.15065802855998, 29.455837129780306}Sequence(Distance[B145, Element[bocetos, k]], k, 1, nb) → G145, {26.150056618734034, 29.45589196482589}Sequence(Distance[B144, Element[bocetos, k]], k, 1, nb) → G144, {26.149470491757626, 29.45596037936711}Sequence(Distance[B143, Element[bocetos, k]], k, 1, nb) → G143, {26.14889964865845, 29.45604237330934}Sequence(Distance[B141, Element[bocetos, k]], k, 1, nb) → G141, {26.147803818069015, 29.45624709892447}Sequence(Distance[B140, Element[bocetos, k]], k, 1, nb) → G140, {26.147278832500557, 29.456369830314234}Sequence(Distance[B139, Element[bocetos, k]], k, 1, nb) → G139, {26.14676913465292, 29.45650614053875}Sequence(Distance[B138, Element[bocetos, k]], k, 1, nb) → G138, {26.146274725420177, 29.45665602940951}Sequence(Distance[B137, Element[bocetos, k]], k, 1, nb) → G137, {26.145795605669626, 29.456819496719227}Sequence(Distance[B136, Element[bocetos, k]], k, 1, nb) → G136, {26.14533177624182, 29.45699654224185}Sequence(Distance[B135, Element[bocetos, k]], k, 1, nb) → G135, {26.14488323795055, 29.457187165732556}Sequence(Distance[B134, Element[bocetos, k]], k, 1, nb) → G134, {26.144449991582814, 29.457391366927745}Sequence(Distance[B133, Element[bocetos, k]], k, 1, nb) → G133, {26.144032037898857, 29.457609145545057}Sequence(Distance[B131, Element[bocetos, k]], k, 1, nb) → G131, {26.143242011489242, 29.458085433822756}Sequence(Distance[B130, Element[bocetos, k]], k, 1, nb) → G130, {26.142869940150096, 29.4583439428246}Sequence(Distance[B128, Element[bocetos, k]], k, 1, nb) → G128, {26.14217168446833, 29.458901688767213}Sequence(Distance[B127, Element[bocetos, k]], k, 1, nb) → G127, {26.14184550135137, 29.459200924936884}Sequence(Distance[B126, Element[bocetos, k]], k, 1, nb) → G126, {26.14153461548943, 29.459513736026814}Sequence(Distance[B125, Element[bocetos, k]], k, 1, nb) → G125, {26.141239027428277, 29.459838098860697}Sequence(Distance[B124, Element[bocetos, k]], k, 1, nb) → G124, {26.140958737686848, 29.460163861139314}Sequence(Distance[B122, Element[bocetos, k]], k, 1, nb) → G122, {26.14044405510474, 29.46081538569655}Sequence(Distance[B121, Element[bocetos, k]], k, 1, nb) → G121, {26.140209663167738, 29.46114114797517}Sequence(Distance[B120, Element[bocetos, k]], k, 1, nb) → G120, {26.13999057135781, 29.461466910253787}Sequence(Distance[B119, Element[bocetos, k]], k, 1, nb) → G119, {26.13978678005967, 29.461792672532404}Sequence(Distance[B118, Element[bocetos, k]], k, 1, nb) → G118, {26.13959828963118, 29.46211843481102}Sequence(Distance[B117, Element[bocetos, k]], k, 1, nb) → G117, {26.13942510040335, 29.46244419708964}Sequence(Distance[B116, Element[bocetos, k]], k, 1, nb) → G116, {26.13926721268031, 29.46276995936826}Sequence(Distance[B115, Element[bocetos, k]], k, 1, nb) → G115, {26.13912462673934, 29.463095721646877}Sequence(Distance[B114, Element[bocetos, k]], k, 1, nb) → G114, {26.13899734283085, 29.46342148392549}Sequence(Distance[B113, Element[bocetos, k]], k, 1, nb) → G113, {26.138885361178378, 29.46374724620411}Sequence(Distance[B112, Element[bocetos, k]], k, 1, nb) → G112, {26.1387886819786, 29.464074735175377}Sequence(Distance[B110, Element[bocetos, k]], k, 1, nb) → G110, {26.13864123158943, 29.464767095634745}Sequence(Distance[B109, Element[bocetos, k]], k, 1, nb) → G109, {26.138590460659007, 29.465133632821015}Sequence(Distance[B108, Element[bocetos, k]], k, 1, nb) → G108, {26.138554992699216, 29.465513740642635}Sequence(Distance[B107, Element[bocetos, k]], k, 1, nb) → G107, {26.138534827772357, 29.46590741857444}Sequence(Distance[B106, Element[bocetos, k]], k, 1, nb) → G106, {26.138529965913836, 29.466314666072513}Sequence(Distance[B105, Element[bocetos, k]], k, 1, nb) → G105, {26.1385404071322, 29.4667353098202}Sequence(Distance[B104, Element[bocetos, k]], k, 1, nb) → G104, {26.13856615140911, 29.46716074545001}Sequence(Distance[B103, Element[bocetos, k]], k, 1, nb) → G103, {26.138607198699344, 29.46758618107982}Sequence(Distance[B102, Element[bocetos, k]], k, 1, nb) → G102, {26.13866354893081, 29.468011616709635}Sequence(Distance[B101, Element[bocetos, k]], k, 1, nb) → G101, {26.138735202004543, 29.468437052339446}Sequence(Distance[B100, Element[bocetos, k]], k, 1, nb) → G100, {26.13882215779469, 29.468862487969258}Sequence(Distance[B99, Element[bocetos, k]], k, 1, nb) → G99, {26.138924416148534, 29.469287923599065}Sequence(Distance[B98, Element[bocetos, k]], k, 1, nb) → G98, {26.13904197688647, 29.469713359228884}Sequence(Distance[B97, Element[bocetos, k]], k, 1, nb) → G97, {26.139174839802045, 29.47013879485869}Sequence(Distance[B95, Element[bocetos, k]], k, 1, nb) → G95, {26.139486471205867, 29.470989666118314}Sequence(Distance[B94, Element[bocetos, k]], k, 1, nb) → G94, {26.13966523914684, 29.47141510174813}Sequence(Distance[B93, Element[bocetos, k]], k, 1, nb) → G93, {26.1398593081709, 29.47184053737794}Sequence(Distance[B91, Element[bocetos, k]], k, 1, nb) → G91, {26.140293348078238, 29.47269140863756}Sequence(Distance[B90, Element[bocetos, k]], k, 1, nb) → G90, {26.140533318199353, 29.473116844267373}Sequence(Distance[B89, Element[bocetos, k]], k, 1, nb) → G89, {26.140788587879243, 29.47354227989718}Sequence(Distance[B88, Element[bocetos, k]], k, 1, nb) → G88, {26.1410591566697, 29.473967715527}Sequence(Distance[B87, Element[bocetos, k]], k, 1, nb) → G87, {26.141345024095678, 29.474393151156807}Sequence(Distance[B86, Element[bocetos, k]], k, 1, nb) → G86, {26.141646189655294, 29.47481858678662}Sequence(Distance[B85, Element[bocetos, k]], k, 1, nb) → G85, {26.14196265281982, 29.475244022416433}Sequence(Distance[B84, Element[bocetos, k]], k, 1, nb) → G84, {26.14229441303371, 29.47566945804624}Sequence(Distance[B83, Element[bocetos, k]], k, 1, nb) → G83, {26.142641469714583, 29.476094893676052}Sequence(Distance[B82, Element[bocetos, k]], k, 1, nb) → G82, {26.143003822253245, 29.476520329305863}Sequence(Distance[B81, Element[bocetos, k]], k, 1, nb) → G81, {26.143381470013686, 29.476945764935675}Sequence(Distance[B80, Element[bocetos, k]], k, 1, nb) → G80, {26.143774412333087, 29.477371200565486}Sequence(Distance[B79, Element[bocetos, k]], k, 1, nb) → G79, {26.14418264852182, 29.477796636195297}Sequence(Distance[B77, Element[bocetos, k]], k, 1, nb) → G77, {26.145044999614818, 29.478647507454927}Sequence(Distance[B76, Element[bocetos, k]], k, 1, nb) → G76, {26.145499113005872, 29.479072943084734}Sequence(Distance[B75, Element[bocetos, k]], k, 1, nb) → G75, {26.145968517239865, 29.479498378714545}Sequence(Distance[B74, Element[bocetos, k]], k, 1, nb) → G74, {26.14645321149324, 29.479923814344353}Sequence(Distance[B73, Element[bocetos, k]], k, 1, nb) → G73, {26.146953194915703, 29.48}Sequence(Distance[B71, Element[bocetos, k]], k, 1, nb) → G71, {26.147999025732865, 29.48}Sequence(Distance[B70, Element[bocetos, k]], k, 1, nb) → G70, {26.1485448712932, 29.48}Sequence(Distance[B69, Element[bocetos, k]], k, 1, nb) → G69, {26.149106002353907, 29.48}Sequence(Distance[B68, Element[bocetos, k]], k, 1, nb) → G68, {26.149682417930975, 29.48}Sequence(Distance[B67, Element[bocetos, k]], k, 1, nb) → G67, {26.15027411701368, 29.48}Sequence(Distance[B66, Element[bocetos, k]], k, 1, nb) → G66, {26.15088109856459, 29.48}Sequence(Distance[B65, Element[bocetos, k]], k, 1, nb) → G65, {26.15150336151958, 29.48}Sequence(Distance[B64, Element[bocetos, k]], k, 1, nb) → G64, {26.152140904787835, 29.48}Sequence(Distance[B63, Element[bocetos, k]], k, 1, nb) → G63, {26.152793727251858, 29.48}Sequence(Distance[B62, Element[bocetos, k]], k, 1, nb) → G62, {26.153461827767494, 29.48}Sequence(Distance[B61, Element[bocetos, k]], k, 1, nb) → G61, {26.154145205163914, 29.480000000000004}Sequence(Distance[B60, Element[bocetos, k]], k, 1, nb) → G60, {26.15484385824365, 29.48000169606508}Sequence(Distance[B59, Element[bocetos, k]], k, 1, nb) → G59, {26.1555577857826, 29.48001526458221}Sequence(Distance[B58, Element[bocetos, k]], k, 1, nb) → G58, {26.156286986530027, 29.480042401597732}Sequence(Distance[B57, Element[bocetos, k]], k, 1, nb) → G57, {26.15703145920858, 29.480083107074172}Sequence(Distance[B56, Element[bocetos, k]], k, 1, nb) → G56, {26.1577912025143, 29.480137380955334}Sequence(Distance[B54, Element[bocetos, k]], k, 1, nb) → G54, {26.159356495658468, 29.480286633613318}Sequence(Distance[B53, Element[bocetos, k]], k, 1, nb) → G53, {26.16016204275608, 29.48038161218406}Sequence(Distance[B52, Element[bocetos, k]], k, 1, nb) → G52, {26.16098285499922, 29.48049015874736}Sequence(Distance[B51, Element[bocetos, k]], k, 1, nb) → G51, {26.16181893095108, 29.48061227315335}Sequence(Distance[B48, Element[bocetos, k]], k, 1, nb) → G48, {26.164418726293, 29.4810600216478}Sequence(Distance[B47, Element[bocetos, k]], k, 1, nb) → G47, {26.16531584218121, 29.481236405551243}Sequence(Distance[B46, Element[bocetos, k]], k, 1, nb) → G46, {26.166228214196373, 29.481426356267093}Sequence(Distance[B45, Element[bocetos, k]], k, 1, nb) → G45, {26.167155840742673, 29.481629873533112}Sequence(Distance[B44, Element[bocetos, k]], k, 1, nb) → G44, {26.168098720197854, 29.481846957068345}Sequence(Distance[B43, Element[bocetos, k]], k, 1, nb) → G43, {26.169056850913215, 29.482077606573117}Sequence(Distance[B42, Element[bocetos, k]], k, 1, nb) → G42, {26.170030231213623, 29.482321821729034}Sequence(Distance[B41, Element[bocetos, k]], k, 1, nb) → G41, {26.171018859397545, 29.482579602198992}Sequence(Distance[B40, Element[bocetos, k]], k, 1, nb) → G40, {26.172022733737055, 29.482850947627167}Sequence(Distance[B39, Element[bocetos, k]], k, 1, nb) → G39, {26.173041852477837, 29.483135857639024}Sequence(Distance[B38, Element[bocetos, k]], k, 1, nb) → G38, {26.174076213839214, 29.48343433184133}Sequence(Distance[B37, Element[bocetos, k]], k, 1, nb) → G37, {26.17512581601416, 29.48374636982214}Sequence(Distance[B31, Element[bocetos, k]], k, 1, nb) → G31, {26.18174338163931, 29.48590341163045}Sequence(Distance[B30, Element[bocetos, k]], k, 1, nb) → G30, {26.18289961670252, 29.486310382955683}Sequence(Distance[B29, Element[bocetos, k]], k, 1, nb) → G29, {26.184071077176448, 29.486730914090835}Sequence(Distance[B27, Element[bocetos, k]], k, 1, nb) → G27, {26.186459666156527, 29.48761265345162}Sequence(Distance[B26, Element[bocetos, k]], k, 1, nb) → G26, {26.187676790497278, 29.488073860460943}Sequence(Distance[B25, Element[bocetos, k]], k, 1, nb) → G25, {26.18890913191798, 29.488548624847578}Sequence(Distance[B24, Element[bocetos, k]], k, 1, nb) → G24, {26.19015668827058, 29.489036945956716}Sequence(Distance[B23, Element[bocetos, k]], k, 1, nb) → G23, {26.19141945738091, 29.489538823114884}Sequence(Distance[B22, Element[bocetos, k]], k, 1, nb) → G22, {26.192697437048718, 29.490054255629982}Sequence(Distance[B21, Element[bocetos, k]], k, 1, nb) → G21, {26.19399062504768, 29.49058324279125}Sequence(Distance[B20, Element[bocetos, k]], k, 1, nb) → G20, {26.195299019125414, 29.49112578386929}Sequence(Distance[B19, Element[bocetos, k]], k, 1, nb) → G19, {26.196622617003513, 29.491681878116076}Sequence(Distance[B18, Element[bocetos, k]], k, 1, nb) → G18, {26.197961416377556, 29.492251524764942}Sequence(Distance[B17, Element[bocetos, k]], k, 1, nb) → G17, {26.19931541491713, 29.49283472303061}Sequence(Distance[B16, Element[bocetos, k]], k, 1, nb) → G16, {26.200684610265846, 29.493431472109176}Sequence(Distance[B15, Element[bocetos, k]], k, 1, nb) → G15, {26.202069000041366, 29.494041771178125}Sequence(Distance[B14, Element[bocetos, k]], k, 1, nb) → G14, {26.20346858183542, 29.494665619396333}Sequence(Distance[B13, Element[bocetos, k]], k, 1, nb) → G13, {26.204883353213823, 29.495303015904078}Sequence(Distance[B12, Element[bocetos, k]], k, 1, nb) → G12, {26.206313311716514, 29.495953959823034}Sequence(Distance[B11, Element[bocetos, k]], k, 1, nb) → G11, {26.20775845485755, 29.496618450256296}Sequence(Distance[B10, Element[bocetos, k]], k, 1, nb) → G10, {26.209218780125145, 29.497296486288366}Sequence(Distance[B9, Element[bocetos, k]], k, 1, nb) → G9, {26.210694284981688, 29.49798806698518}Sequence(Distance[B8, Element[bocetos, k]], k, 1, nb) → G8, {26.212184966863767, 29.49869319139409}Sequence(Distance[B7, Element[bocetos, k]], k, 1, nb) → G7, {26.213690823182187, 29.499411858543894}Sequence(Distance[B6, Element[bocetos, k]], k, 1, nb) → G6, {26.215211851321996, 29.500144067444825}Sequence(Distance[B5, Element[bocetos, k]], k, 1, nb) → G5, {26.2167480486425, 29.50088981708857}Sequence(Distance[B4, Element[bocetos, k]], k, 1, nb) → G4, {26.218299412477304, 29.50164910644827}Sequence(Distance[B3, Element[bocetos, k]], k, 1, nb) → G3, {26.2198659401343, 29.502421934478534}Sequence(Distance[B2, Element[bocetos, k]], k, 1, nb) → G2, {26.22144762889574, 29.503208300115432}Sequence(Distance[B1, Element[bocetos, k]], k, 1, nb) → G1, {26.22304447601821, 29.50400820227652}Sort(G1) → E1Element(E1, 1) → C1Element(E1, 2) → D1Sort(G2) → E2Element(E2, 1) → C2Element(E2, 2) → D2Sort(G3) → E3Element(E3, 1) → C3Element(E3, 2) → D3Sort(G4) → E4Element(E4, 1) → C4Element(E4, 2) → D4Sort(G5) → E5Element(E5, 1) → C5Element(E5, 2) → D5Sort(G6) → E6Element(E6, 1) → C6Element(E6, 2) → D6Sort(G7) → E7Element(E7, 1) → C7Element(E7, 2) → D7Sort(G8) → E8Element(E8, 1) → C8Element(E8, 2) → D8Sort(G9) → E9Element(E9, 1) → C9Element(E9, 2) → D9Sort(G10) → E10Element(E10, 1) → C10Element(E10, 2) → D10Sort(G11) → E11Element(E11, 1) → C11Element(E11, 2) → D11Sort(G12) → E12Element(E12, 1) → C12Element(E12, 2) → D12Sort(G13) → E13Element(E13, 1) → C13Element(E13, 2) → D13Sort(G14) → E14Element(E14, 1) → C14Element(E14, 2) → D14Sort(G15) → E15Element(E15, 1) → C15Element(E15, 2) → D15Sort(G16) → E16Element(E16, 1) → C16Element(E16, 2) → D16Sort(G17) → E17Element(E17, 1) → C17Element(E17, 2) → D17Sort(G18) → E18Element(E18, 1) → C18Element(E18, 2) → D18Sort(G19) → E19Element(E19, 1) → C19Element(E19, 2) → D19Sort(G20) → E20Element(E20, 1) → C20Element(E20, 2) → D20Sort(G21) → E21Element(E21, 1) → C21Element(E21, 2) → D21Sort(G22) → E22Element(E22, 1) → C22Element(E22, 2) → D22Sort(G23) → E23Element(E23, 1) → C23Element(E23, 2) → D23Sort(G24) → E24Element(E24, 1) → C24Element(E24, 2) → D24Sort(G25) → E25Element(E25, 1) → C25Element(E25, 2) → D25Sort(G26) → E26Element(E26, 1) → C26Element(E26, 2) → D26Sort(G27) → E27Element(E27, 1) → C27Element(E27, 2) → D27Sort(G29) → E29Element(E29, 1) → C29Element(E29, 2) → D29Sort(G30) → E30Element(E30, 1) → C30Element(E30, 2) → D30Sort(G31) → E31Element(E31, 1) → C31Element(E31, 2) → D31Sort(G37) → E37Element(E37, 1) → C37Element(E37, 2) → D37Sort(G38) → E38Element(E38, 1) → C38Element(E38, 2) → D38Sort(G39) → E39Element(E39, 1) → C39Element(E39, 2) → D39Sort(G40) → E40Element(E40, 1) → C40Element(E40, 2) → D40Sort(G41) → E41Element(E41, 1) → C41Element(E41, 2) → D41Sort(G42) → E42Element(E42, 1) → C42Element(E42, 2) → D42Sort(G43) → E43Element(E43, 1) → C43Element(E43, 2) → D43Sort(G44) → E44Element(E44, 1) → C44Element(E44, 2) → D44Sort(G45) → E45Element(E45, 1) → C45Element(E45, 2) → D45Sort(G46) → E46Element(E46, 1) → C46Element(E46, 2) → D46Sort(G47) → E47Element(E47, 1) → C47Element(E47, 2) → D47Sort(G48) → E48Element(E48, 1) → C48Element(E48, 2) → D48Sort(G51) → E51Element(E51, 1) → C51Element(E51, 2) → D51Sort(G52) → E52Element(E52, 1) → C52Element(E52, 2) → D52Sort(G53) → E53Element(E53, 1) → C53Element(E53, 2) → D53Sort(G54) → E54Element(E54, 1) → C54Element(E54, 2) → D54Sort(G56) → E56Element(E56, 1) → C56Element(E56, 2) → D56Sort(G57) → E57Element(E57, 1) → C57Element(E57, 2) → D57Sort(G58) → E58Element(E58, 1) → C58Element(E58, 2) → D58Sort(G59) → E59Element(E59, 1) → C59Element(E59, 2) → D59Sort(G60) → E60Element(E60, 1) → C60Element(E60, 2) → D60Sort(G61) → E61Element(E61, 1) → C61Element(E61, 2) → D61Sort(G62) → E62Element(E62, 1) → C62Element(E62, 2) → D62Sort(G63) → E63Element(E63, 1) → C63Element(E63, 2) → D63Sort(G64) → E64Element(E64, 1) → C64Element(E64, 2) → D64Sort(G65) → E65Element(E65, 1) → C65Element(E65, 2) → D65Sort(G66) → E66Element(E66, 1) → C66Element(E66, 2) → D66Sort(G67) → E67Element(E67, 1) → C67Element(E67, 2) → D67Sort(G68) → E68Element(E68, 1) → C68Element(E68, 2) → D68Sort(G69) → E69Element(E69, 1) → C69Element(E69, 2) → D69Sort(G70) → E70Element(E70, 1) → C70Element(E70, 2) → D70Sort(G71) → E71Element(E71, 1) → C71Element(E71, 2) → D71Sort(G73) → E73Element(E73, 1) → C73Element(E73, 2) → D73Sort(G74) → E74Element(E74, 1) → C74Element(E74, 2) → D74Sort(G75) → E75Element(E75, 1) → C75Element(E75, 2) → D75Sort(G76) → E76Element(E76, 1) → C76Element(E76, 2) → D76Sort(G77) → E77Element(E77, 1) → C77Element(E77, 2) → D77Sort(G79) → E79Element(E79, 1) → C79Element(E79, 2) → D79Sort(G80) → E80Element(E80, 1) → C80Element(E80, 2) → D80Sort(G81) → E81Element(E81, 1) → C81Element(E81, 2) → D81Sort(G82) → E82Element(E82, 1) → C82Element(E82, 2) → D82Sort(G83) → E83Element(E83, 1) → C83Element(E83, 2) → D83Sort(G84) → E84Element(E84, 1) → C84Element(E84, 2) → D84Sort(G85) → E85Element(E85, 1) → C85Element(E85, 2) → D85Sort(G86) → E86Element(E86, 1) → C86Element(E86, 2) → D86Sort(G87) → E87Element(E87, 1) → C87Element(E87, 2) → D87Sort(G88) → E88Element(E88, 1) → C88Element(E88, 2) → D88Sort(G89) → E89Element(E89, 1) → C89Element(E89, 2) → D89Sort(G90) → E90Element(E90, 1) → C90Element(E90, 2) → D90Sort(G91) → E91Element(E91, 1) → C91Element(E91, 2) → D91Sort(G93) → E93Element(E93, 1) → C93Element(E93, 2) → D93Sort(G94) → E94Element(E94, 1) → C94Element(E94, 2) → D94Sort(G95) → E95Element(E95, 1) → C95Element(E95, 2) → D95Sort(G97) → E97Element(E97, 1) → C97Element(E97, 2) → D97Sort(G98) → E98Element(E98, 1) → C98Element(E98, 2) → D98Sort(G99) → E99Element(E99, 1) → C99Element(E99, 2) → D99Sort(G100) → E100Element(E100, 1) → C100Element(E100, 2) → D100Sort(G101) → E101Element(E101, 1) → C101Element(E101, 2) → D101Sort(G102) → E102Element(E102, 1) → C102Element(E102, 2) → D102Sort(G103) → E103Element(E103, 1) → C103Element(E103, 2) → D103Sort(G104) → E104Element(E104, 1) → C104Element(E104, 2) → D104Sort(G105) → E105Element(E105, 1) → C105Element(E105, 2) → D105Sort(G106) → E106Element(E106, 1) → C106Element(E106, 2) → D106Sort(G107) → E107Element(E107, 1) → C107Element(E107, 2) → D107Sort(G108) → E108Element(E108, 1) → C108Element(E108, 2) → D108Sort(G109) → E109Element(E109, 1) → C109Element(E109, 2) → D109Sort(G110) → E110Element(E110, 1) → C110Element(E110, 2) → D110Sort(G112) → E112Element(E112, 1) → C112Element(E112, 2) → D112Sort(G113) → E113Element(E113, 1) → C113Element(E113, 2) → D113Sort(G114) → E114Element(E114, 1) → C114Element(E114, 2) → D114Sort(G115) → E115Element(E115, 1) → C115Element(E115, 2) → D115Sort(G116) → E116Element(E116, 1) → C116Element(E116, 2) → D116Sort(G117) → E117Element(E117, 1) → C117Element(E117, 2) → D117Sort(G118) → E118Element(E118, 1) → C118Element(E118, 2) → D118Sort(G119) → E119Element(E119, 1) → C119Element(E119, 2) → D119Sort(G120) → E120Element(E120, 1) → C120Element(E120, 2) → D120Sort(G121) → E121Element(E121, 1) → C121Element(E121, 2) → D121Sort(G122) → E122Element(E122, 1) → C122Element(E122, 2) → D122Sort(G124) → E124Element(E124, 1) → C124Element(E124, 2) → D124Sort(G125) → E125Element(E125, 1) → C125Element(E125, 2) → D125Sort(G126) → E126Element(E126, 1) → C126Element(E126, 2) → D126Sort(G127) → E127Element(E127, 1) → C127Element(E127, 2) → D127Sort(G128) → E128Element(E128, 1) → C128Element(E128, 2) → D128Sort(G130) → E130Element(E130, 1) → C130Element(E130, 2) → D130Sort(G131) → E131Element(E131, 1) → C131Element(E131, 2) → D131Sort(G133) → E133Element(E133, 1) → C133Element(E133, 2) → D133Sort(G134) → E134Element(E134, 1) → C134Element(E134, 2) → D134Sort(G135) → E135Element(E135, 1) → C135Element(E135, 2) → D135Sort(G136) → E136Element(E136, 1) → C136Element(E136, 2) → D136Sort(G137) → E137Element(E137, 1) → C137Element(E137, 2) → D137Sort(G138) → E138Element(E138, 1) → C138Element(E138, 2) → D138Sort(G139) → E139Element(E139, 1) → C139Element(E139, 2) → D139Sort(G140) → E140Element(E140, 1) → C140Element(E140, 2) → D140Sort(G141) → E141Element(E141, 1) → C141Element(E141, 2) → D141Sort(G143) → E143Element(E143, 1) → C143Element(E143, 2) → D143Sort(G144) → E144Element(E144, 1) → C144Element(E144, 2) → D144Sort(G145) → E145Element(E145, 1) → C145Element(E145, 2) → D145Sort(G146) → E146Element(E146, 1) → C146Element(E146, 2) → D146Sort(G147) → E147Element(E147, 1) → C147Element(E147, 2) → D147Sort(G148) → E148Element(E148, 1) → C148Element(E148, 2) → D148Sort(G149) → E149Element(E149, 1) → C149Element(E149, 2) → D149Sort(G150) → E150Element(E150, 1) → C150Element(E150, 2) → D150Sort(G152) → E152Element(E152, 1) → C152Element(E152, 2) → D152Sort(G153) → E153Element(E153, 1) → C153Element(E153, 2) → D153Sort(G154) → E154Element(E154, 1) → C154Element(E154, 2) → D154Sort(G155) → E155Element(E155, 1) → C155Element(E155, 2) → D155Sort(G157) → E157Element(E157, 1) → C157Element(E157, 2) → D157Sort(G158) → E158Element(E158, 1) → C158Element(E158, 2) → D158Sort(G159) → E159Element(E159, 1) → C159Element(E159, 2) → D159Sort(G162) → E162Element(E162, 1) → C162Element(E162, 2) → D162Sequence(Distance[B164, Element[bocetos, k]], k, 1, nb) → G164, {26.164095441523664, 29.457172188175775}Sort(G164) → E164Element(E164, 1) → C164Element(E164, 2) → D164Sequence(Distance[B165, Element[bocetos, k]], k, 1, nb) → G165, {26.16498699477705, 29.45737535654672}Sort(G165) → E165Element(E165, 1) → C165Element(E165, 2) → D165Sort(G166) → E166Element(E166, 1) → C166Element(E166, 2) → D166Sort(G167) → E167Element(E167, 1) → C167Element(E167, 2) → D167Sort(G168) → E168Element(E168, 1) → C168Element(E168, 2) → D168Sort(G169) → E169Element(E169, 1) → C169Element(E169, 2) → D169Sort(G170) → E170Element(E170, 1) → C170Element(E170, 2) → D170Sort(G171) → E171Element(E171, 1) → C171Element(E171, 2) → D171Sort(G172) → E172Element(E172, 1) → C172Element(E172, 2) → D172Sort(G173) → E173Element(E173, 1) → C173Element(E173, 2) → D173Sort(G174) → E174Element(E174, 1) → C174Element(E174, 2) → D174Sort(G175) → E175Element(E175, 1) → C175Element(E175, 2) → D175Sort(G177) → E177Element(E177, 1) → C177Element(E177, 2) → D177Sort(G178) → E178Element(E178, 1) → C178Element(E178, 2) → D178Sort(G179) → E179Element(E179, 1) → C179Element(E179, 2) → D179Sort(G180) → E180Element(E180, 1) → C180Element(E180, 2) → D180Sort(G181) → E181Element(E181, 1) → C181Element(E181, 2) → D181Sort(G183) → E183Element(E183, 1) → C183Element(E183, 2) → D183Sort(G184) → E184Element(E184, 1) → C184Element(E184, 2) → D184Sort(G185) → E185Element(E185, 1) → C185Element(E185, 2) → D185Sort(G186) → E186Element(E186, 1) → C186Element(E186, 2) → D186Sort(G187) → E187Element(E187, 1) → C187Element(E187, 2) → D187Sort(G188) → E188Element(E188, 1) → C188Element(E188, 2) → D188Sort(G189) → E189Element(E189, 1) → C189Element(E189, 2) → D189Sort(G191) → E191Element(E191, 1) → C191Element(E191, 2) → D191Sort(G192) → E192Element(E192, 1) → C192Element(E192, 2) → D192Sort(G193) → E193Element(E193, 1) → C193Element(E193, 2) → D193Sort(G194) → E194Element(E194, 1) → C194Element(E194, 2) → D194Sort(G195) → E195Element(E195, 1) → C195Element(E195, 2) → D195Sort(G196) → E196Element(E196, 1) → C196Element(E196, 2) → D196Sort(G197) → E197Element(E197, 1) → C197Element(E197, 2) → D197Sort(G198) → E198Element(E198, 1) → C198Element(E198, 2) → D198Sort(G200) → E200Element(E200, 1) → C200Element(E200, 2) → D200IndexOf(C1, G1) → F1Length(G1) → nIndexOf(C2, G2) → F2IndexOf(C3, G3) → F3IndexOf(C4, G4) → F4IndexOf(C5, G5) → F5IndexOf(C6, G6) → F6IndexOf(C7, G7) → F7IndexOf(C8, G8) → F8IndexOf(C9, G9) → F9IndexOf(C10, G10) → F10IndexOf(C11, G11) → F11IndexOf(C12, G12) → F12IndexOf(C13, G13) → F13IndexOf(C14, G14) → F14IndexOf(C15, G15) → F15IndexOf(C16, G16) → F16IndexOf(C17, G17) → F17IndexOf(C18, G18) → F18IndexOf(C19, G19) → F19IndexOf(C20, G20) → F20IndexOf(C21, G21) → F21IndexOf(C22, G22) → F22IndexOf(C23, G23) → F23IndexOf(C24, G24) → F24IndexOf(C25, G25) → F25IndexOf(C26, G26) → F26IndexOf(C27, G27) → F27IndexOf(C29, G29) → F29IndexOf(C30, G30) → F30IndexOf(C31, G31) → F31IndexOf(C37, G37) → F37IndexOf(C38, G38) → F38IndexOf(C39, G39) → F39IndexOf(C40, G40) → F40IndexOf(C41, G41) → F41IndexOf(C42, G42) → F42IndexOf(C43, G43) → F43IndexOf(C44, G44) → F44IndexOf(C45, G45) → F45IndexOf(C46, G46) → F46IndexOf(C47, G47) → F47IndexOf(C48, G48) → F48IndexOf(C51, G51) → F51IndexOf(C52, G52) → F52IndexOf(C53, G53) → F53IndexOf(C54, G54) → F54IndexOf(C56, G56) → F56IndexOf(C57, G57) → F57IndexOf(C58, G58) → F58IndexOf(C59, G59) → F59IndexOf(C60, G60) → F60IndexOf(C61, G61) → F61IndexOf(C62, G62) → F62IndexOf(C63, G63) → F63IndexOf(C64, G64) → F64IndexOf(C65, G65) → F65IndexOf(C66, G66) → F66IndexOf(C67, G67) → F67IndexOf(C68, G68) → F68IndexOf(C69, G69) → F69IndexOf(C70, G70) → F70IndexOf(C71, G71) → F71IndexOf(C73, G73) → F73IndexOf(C74, G74) → F74IndexOf(C75, G75) → F75IndexOf(C76, G76) → F76IndexOf(C77, G77) → F77IndexOf(C79, G79) → F79IndexOf(C80, G80) → F80IndexOf(C81, G81) → F81IndexOf(C82, G82) → F82IndexOf(C83, G83) → F83IndexOf(C84, G84) → F84IndexOf(C85, G85) → F85IndexOf(C86, G86) → F86IndexOf(C87, G87) → F87IndexOf(C88, G88) → F88IndexOf(C89, G89) → F89IndexOf(C90, G90) → F90IndexOf(C91, G91) → F91IndexOf(C93, G93) → F93IndexOf(C94, G94) → F94IndexOf(C95, G95) → F95IndexOf(C97, G97) → F97IndexOf(C98, G98) → F98IndexOf(C99, G99) → F99IndexOf(C100, G100) → F100IndexOf(C101, G101) → F101IndexOf(C102, G102) → F102IndexOf(C103, G103) → F103IndexOf(C104, G104) → F104IndexOf(C105, G105) → F105IndexOf(C106, G106) → F106IndexOf(C107, G107) → F107IndexOf(C108, G108) → F108IndexOf(C109, G109) → F109IndexOf(C110, G110) → F110IndexOf(C112, G112) → F112IndexOf(C113, G113) → F113IndexOf(C114, G114) → F114IndexOf(C115, G115) → F115IndexOf(C116, G116) → F116IndexOf(C117, G117) → F117IndexOf(C118, G118) → F118IndexOf(C119, G119) → F119IndexOf(C120, G120) → F120IndexOf(C121, G121) → F121IndexOf(C122, G122) → F122IndexOf(C124, G124) → F124IndexOf(C125, G125) → F125IndexOf(C126, G126) → F126IndexOf(C127, G127) → F127IndexOf(C128, G128) → F128IndexOf(C130, G130) → F130IndexOf(C131, G131) → F131IndexOf(C133, G133) → F133IndexOf(C134, G134) → F134IndexOf(C135, G135) → F135IndexOf(C136, G136) → F136IndexOf(C137, G137) → F137IndexOf(C138, G138) → F138IndexOf(C139, G139) → F139IndexOf(C140, G140) → F140IndexOf(C141, G141) → F141IndexOf(C143, G143) → F143IndexOf(C144, G144) → F144IndexOf(C145, G145) → F145IndexOf(C146, G146) → F146IndexOf(C147, G147) → F147IndexOf(C148, G148) → F148IndexOf(C149, G149) → F149IndexOf(C150, G150) → F150IndexOf(C152, G152) → F152IndexOf(C153, G153) → F153IndexOf(C154, G154) → F154IndexOf(C155, G155) → F155IndexOf(C157, G157) → F157IndexOf(C158, G158) → F158IndexOf(C159, G159) → F159IndexOf(C162, G162) → F162IndexOf(C164, G164) → F164IndexOf(C165, G165) → F165IndexOf(C166, G166) → F166IndexOf(C167, G167) → F167IndexOf(C168, G168) → F168IndexOf(C169, G169) → F169IndexOf(C170, G170) → F170IndexOf(C171, G171) → F171IndexOf(C172, G172) → F172IndexOf(C173, G173) → F173IndexOf(C174, G174) → F174IndexOf(C175, G175) → F175IndexOf(C177, G177) → F177IndexOf(C178, G178) → F178IndexOf(C179, G179) → F179IndexOf(C180, G180) → F180IndexOf(C181, G181) → F181IndexOf(C183, G183) → F183IndexOf(C184, G184) → F184IndexOf(C185, G185) → F185IndexOf(C186, G186) → F186IndexOf(C187, G187) → F187IndexOf(C188, G188) → F188IndexOf(C189, G189) → F189IndexOf(C191, G191) → F191IndexOf(C192, G192) → F192IndexOf(C193, G193) → F193IndexOf(C194, G194) → F194IndexOf(C195, G195) → F195IndexOf(C196, G196) → F196IndexOf(C197, G197) → F197IndexOf(C198, G198) → F198IndexOf(C200, G200) → F200Sequence(Distance[B123, Element[bocetos, k]], k, 1, nb) → Secuencia(Distancia(B123, Elemento(bocetos, k)), k, 1, nb), {26.14069374675725, 29.46048962341793}Sequence(Distance[B123, Element[bocetos, k]], k, 1, nb) → G123, {26.14069374675725, 29.46048962341793}Sort(G123) → E123Element(E123, 1) → C123Element(E123, 2) → D123IndexOf(C123, G123) → F123Segment(POS1, POS1 + (25, 0)) → bordePoint(borde) → POS2Corner(1) → ACorner(2) → BElement(E28, 1) → C28Element(E28, 2) → D28Element(E49, 1) → C49Element(E49, 2) → D49Element(E50, 1) → C50Element(E50, 2) → D50Element(E55, 1) → C55Element(E55, 2) → D55Element(E72, 1) → C72Element(E72, 2) → D72Element(E78, 1) → C78Element(E78, 2) → D78Element(E92, 1) → C92Element(E92, 2) → D92Element(E96, 1) → C96Element(E96, 2) → D96Element(E111, 1) → C111Element(E111, 2) → D111Element(E129, 1) → C129Element(E129, 2) → D129Element(E132, 1) → C132Element(E132, 2) → D132Element(E142, 1) → C142Element(E142, 2) → D142Element(E151, 1) → C151Element(E151, 2) → D151Element(E156, 1) → C156Element(E156, 2) → D156Element(E160, 1) → C160Element(E160, 2) → D160Element(E161, 1) → C161Element(E161, 2) → D161Element(E163, 1) → C163Element(E163, 2) → D163Element(E176, 1) → C176Element(E176, 2) → D176Element(E182, 1) → C182Element(E182, 2) → D182Element(E190, 1) → C190Element(E190, 2) → D190Element(E199, 1) → C199Element(E199, 2) → D199IndexOf(C28, G28) → F28IndexOf(C49, G49) → F49IndexOf(C50, G50) → F50IndexOf(C55, G55) → F55IndexOf(C72, G72) → F72IndexOf(C78, G78) → F78IndexOf(C92, G92) → F92IndexOf(C96, G96) → F96IndexOf(C111, G111) → F111IndexOf(C129, G129) → F129IndexOf(C132, G132) → F132IndexOf(C142, G142) → F142IndexOf(C151, G151) → F151IndexOf(C156, G156) → F156IndexOf(C160, G160) → F160IndexOf(C161, G161) → F161IndexOf(C163, G163) → F163IndexOf(C176, G176) → F176IndexOf(C182, G182) → F182IndexOf(C190, G190) → F190IndexOf(C199, G199) → F199Element(E32, 1) → C32Element(E32, 2) → D32IndexOf(C32, G32) → F32Element(E33, 1) → C33Element(E33, 2) → D33IndexOf(C33, G33) → F33Element(E34, 1) → C34Element(E34, 2) → D34IndexOf(C34, G34) → F34Element(E35, 1) → C35Element(E35, 2) → D35IndexOf(C35, G35) → F35Element(E36, 1) → C36Element(E36, 2) → D36IndexOf(C36, G36) → F36
AI 绘图提示语参考
在平面中给定一组点(作为站点),并把它们按到各自站点的距离大小进行分区。先选定点集后,针对每个站点在多点距离比较的意义下生成其对应的“最近站点”区域边界。随后用这些距离比较得到的分界线构成Voronoi图的骨架,并保持各站点周围的区域互相拼接,形成覆盖平面的多边形分割效果。
以上提示语为根据原始绘图命令整理而来,仅供参考。